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# Title: Leibniz-Handschriften zur Mathematik LH 35, 4, 3
# Folio 14r, page id 00068000:0027
# Original at the GWLB: https://digitale-sammlungen.gwlb.de/resolve?id=00068000&page=27
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# Model: FoNDUE-GD_v2_ft_Leibniz, run 73, 2026-08-27T15:28:38Z — 65 lines, status machine
# Lines: 65 recognised, mean confidence 0.74
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qv AafZ + Aag9V
P)
a ponr unitatem
raz tee potest aequari quadralo, nar
l d
a
H: at V = coco: a, fiet 20 = Hcoco: aa
lumatur L= da
superest ut a5Z qu aequetur quadrato, seu ut
qui at tded , seu ut afH  ggcoco aequetur quadrato
ab F a geo  a8, fiet a afH. + ggcoco = ggcoco D rag0d taad
smnstatu ex
et siet 90 =-afAt + aa88. : 208, ideoque (asH +gg00c0)
mgCd + a8 nam aflt ++ GB+ a
cum afH 4ua 88
qi
q
4
aa fft + a 8 - 2af Haa 88
4aa 8d
a fHDaa 38+ 2aa 88
a . 9ld + a8
da
du
2a
afH+ aa
2a6
asH + g9 coco,: a
et X = b = fZ: a seu sil: a et R - C = ggeeti gg v: a
sit jam X = 5L
SC
= 99coeo:a, fiet
c
a aftt + gg cocd
_
as + ab = ggcoco + ac.
sed itafiet ogcoeo-
dest b erit quadratus
s
sed ponanus potius
e
et ftt = aa C
C divisis per f erit quadratus
M X - b = FH: aa et
 3
a v C= ggcolo. a,
fiee fiet
4
X= aaf H taggcoco,: a
a
t
i a
amfH + amb
_ + ~nC3
a
anf(aa af qucoco =aa tb + f (m- a) dea
disc
S
aattt- anc,: (n - a
+ adeoque etiam Z
X C-
et
deteminantur ex constantibus datis, quod nollem
b,C)
sed ompibus his modis co